Publications

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2015
Caetano, FM, dos Santos NS, Kloeckner GO.  2015.  Prize for information: an empirical investigation of the microstructure stock market of Brazil. Estudos Econômicos. 45(3):625-650.
FONSECA, P.  2015.  Quem sai? Quem fica? Zero Hora. 22/10zero_hora_22_de_outubro_de_2015.pdf
Haubrich, J, Crestani AP, Cassini L, Santana F, Sierra RO, De Oliveira Alvares L, Quillfeldt JA.  2015.  Reconsolidation Allows Fear Memory to be Updated to a Less Aversive Level Through the Incorporation of Appetitive Information. Neuropsychopharmacology. (40):315-326.
Ripoll, J, Telichevesky M.  2015.  Regularity at infinity of Hadamard manifolds with respect to some elliptic operators and applications to asymptotic Dirichlet problems. Transactions of the American Mathematical Society. 367(3):1523-1541.
Borges, BK, Caldeira JF, Ziegelmann FA.  2015.  Selection of Minimum Variance Portfolio Using Intraday Data: An Empirical Comparison Among Different Realized Measures for BM&FBovespa Data. Brazilian Review of Econometrics. 35:23-46.
FONSECA, P.  2015.  Sem antes e depois. Zero Hora. 08/10zero_hora_8_de_outubro_de_2015.pdf
FONSECA, P.  2015.  Sem estadista e sem pista. Zero Hora. 29/01jan-29-2015.pdf
FONSECA, P.  2015.  Sem razão e insensibilidade. Zero Hora. 13/08ago-13-2015.pdf
Carvalho, E, Williges F.  2015.  Sosa on Animal Knowledge and Emotions. Analytica. 19(1):143-160. AbstractWebsite

Our goal in this paper is to discuss the notion of animal knowledge in Judgment and Agency. Our approach has two stages. First, we offer a positive contribution, attempting to show that there is room for the introduction of emotions into an animal knowledge approach and into Sosa’s theory of competence. If we follow Sosa and conceive knowledge as a kind of action or successful performance, then emotions can contribute functionally for enhancing performance and are essential for the sharing of knowledge among social agents. Second, we offer criticism of Sosa’s integrative project. It’s not clear that reflective knowledge always improves animal knowledge; rather, in order to avoid regress, Sosa should recognize that we can have perfectly safe animal knowledge. Finally, we argue that reflective knowledge has a more marginal role than Sosa seems at first sight to suggest.

Morfini, M, Benson G, Jimenez-Yuste V, Ljung R, Mannucci PM, Pasta G, Remor E, Alek SZ.  2015.  Tailoring care to haemophilia patients’ needs: which specialty and when? Blood Transfusion. 13(4):644-650.
STORCK, A, MACDONALD P, LISBOA WB.  2015.  Temas de filosofia política e jurídica. , Porto Alegre: UFRGS
FONSECA, P.  2015.  Terceirização indefensável. Zero Hora. 22/04abr-22-2015.pdf
FONSECA, P.  2015.  Teste de Resistência. Zero Hora. 16/07Teste_de_Resistencia_jul-16-2015.pdf
CARMO, R, CARDOSO ACD, DAGNINO RS, BASTOS APV, SAIFI SE, CAPARROZ M, CRAICE C.  2015.  Transição demográfica na Região Metropolitana Ampliada de Belém. Belém: Transformações na ordem urbana. , Belém: Letra Capital / Observatório das Metrópoles2015_cap_livro_belem_transicao-compactado.pdf
FONSECA, P.  2015.  Um peso e duas medidas. Zero Hora. 09/04abr-09-2015.pdf
FONSECA, P.  2015.  Uma aposta com riscos. Zero Hora. 15/01jan-15-2015.pdf
FONSECA, P.  2015.  A viagem redonda. Zero Hora. 26/02fev-26-2015.pdf
FERRARI, F, FONSECA P.  2015.  Which developmentalism? A Keynesian– Institutionalist proposal Review of Keynesian Economics. 3:90-107.which_developmentalism.pdf
Giardino, S, DeLeo S, Ducati G.  2015.  ``Quaternionic Dirac Scattering''. J. Phys. Math.. 6(1):1000130., Number 1 AbstractWebsite

The scattering of a Dirac particle has been studied for a quaternionic potential step. In the potential region an additional diffusion solution is obtained. The quaternionic solution which generalizes the complex one presents an amplification of the reflection and transmission rates. A detailed analysis of the quaternionic spinorial velocities shed new light on the additional solution. For pure quaternionic potentials, the interesting and surprising result of total transmission is found. This suggests that the presence of pure quaternionic potentials cannot be seen by analyzing the reflection or transmission rates. It has been observed by measuring the mean value of some operator.

They, NH, Ferreira TF, Motta-Marques D, Ribeiro Rodrigues L, Silveira SB, de Arriada AA, Crossetti LO, de Cardoso LS, Fragoso Jr CR.  2015.  Allelopathic Effects of Macrophytes in Subtropical Shallow Lakes. New Developments in Allelopathy Research. :89–134.: Nova Publishers Abstract
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Eckhard, D, Campestrini L.  2015.  Análise do uso de modelos discretizados para identifica\c{a}ão de modelos de biorreatores anaeróbicos. Proceeding Series of the Brazilian Society of Applied and Computational Mathematics. :10059-1–10059-7., Natal Abstract
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